Write the following as an equation:
$T w i c e t h e s u m o f a a n d b i s e q u a l t o t h r i c e t h e i r q u o t i e n t .$

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Solution

The equation form by the given statement can be written as:
$2 (a + b) = 3 (\frac{a}{b})$

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Similar questions

Q. Write the following using literals, numbers and signs of basic operations:
(i) x increased by 12
(ii) y decreased by 7
(iii) The difference of a and b, when a > b
(iv) The product of x and y added to their sum
(v) One-third of x multiplied by the sum of a and b
(vi) 5 times x added to 7 times y
(vii) Sum of x and the quotient of y by 5
(viii) x taken away from 4
(ix) 2 less than the quotient of x by y
(x) x multiplied by itself
(xi) Twice x increased by y
(xii) Thrice x added to y squared
(xiii) x minus twice y
(xiv) x cubed less than y cubed
(xv) The quotient of x by 8 is multiplied by y

A and B have certain amount of money. The sum of twice the amount A has and thrice the amount B has is equal to ₹ 1500.
How do you represent this as an equation?
[Consider, A has " $₹ a$ " and B has " $₹ b$ " amount of money.]

Q. Arun has ₹a and Binu has ₹b. The sum of twice the amount Arun has and thrice the amount Binu has is ₹1,500. Represent this as an equation.

Q. The sum of

a^{2}

and

c b^{3}

equals the sum of twice to

d

and thrice to

c

. Express

b

in terms of

a,

c

and

d

Twice the sum of $a$ and thrice of $b$ is

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Write the following as an equation:Twicethesumofaandbisequaltothricetheirquotient.

The equation form by the given statement can be written as:2(a+b)=3ab

Write the following as an equation:
$T w i c e t h e s u m o f a a n d b i s e q u a l t o t h r i c e t h e i r q u o t i e n t .$

The equation form by the given statement can be written as:
$2 (a + b) = 3 (\frac{a}{b})$